The Unification of Coulomb’s Electrostatic law with Newton’s Gravitational law – A Generalised Model
Keywords:
Relativity, Newton’s gravitational law, Coulomb’s electrostatic law, Schrödinger’s equation, Astrophysics, gravitational constants of periodic table elements and planetary masses, atomic interactions, space-time, Kepler’s laws, dimensionless numbers of nature, Gauss’ theoremAbstract
The unification of electrostatic force and gravity is one of the most pressing research areas. Newton’s universal
gravitational constant G is and has been the key constant in the calculations of classical mechanics for the gravitational
potential, the force of attraction between two masses, as well as the motion in the solar system. It is shown that
Newton’s Gravitational Law and Coulomb’s Electrostatic Law are manifestations of the same fundamental interactions.
G depends on the quantum physical composition of matter, being the atomic number/protons (Z) to atomic mass number
(A) ratio. All planets orbiting the Sun yield, within statistical significance, the same G. However, the gravitational
constants of atoms are distinctly different for each element and from that of the solar/planetary system. Kepler’s third
law (α = R3 / T2) and Newton’s gravitational law (F = -GMm / R2) are fundamental references for orbital motion. It is shown
that the unifying gravitational constant for all matter of nature is G =
{1.5251892 x 1029} N.m2.kg-2. It is further
hypothesised that gravity is electrostatic in nature and that the two laws are reciprocally special cases of the general
formula derived and presented in this paper.
